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Sliding mode control on receding horizon: Practical control design and application

机译:后退地平线的滑模控制:实用控制设计与应用

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摘要

Sliding mode control (SMC) is to keep the system to a stable differential manifold. Model predictive control (MPC) calculates the control input by solving an optimization problem on receding horizon. The method of receding horizon sliding control (RHSC) includes the predicted information into the SMC design by combining SMC and MPC. Considering the modeling error and measurement noise, there are model-mismatch and disturbance problems in control practice. This paper combines the demonstrated method of RHSC with a state-augmented Kalman filter addressing the model mismatch and disturbance problem. The proposed scheme has been applied to the air system of an advanced heavy-duty engine. The results have shown the capability of tracking the reference signal during a step-response test and the convergence rate to the target signal is 10% faster than MPC.
机译:滑模控制(SMC)是将系统保持在稳定的差分歧管。模型预测控制(MPC)通过在后退地平线上解决优化问题来计算控制输入。通过组合SMC和MPC来解回地平线滑动控制(RHSC)的方法包括预测信息进入SMC设计。考虑到建模误差和测量噪声,控制实践中存在模型 - 不匹配和干扰问题。本文将RHSC的证明方法与解决模型不匹配和干扰问题的状态增强的卡尔曼滤波器结合起来。该方案已应用于先进重型发动机的空气系统。结果表明,在阶梯响应测试期间跟踪参考信号的能力,并且目标信号的收敛速率比MPC快10%。

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